# The Mysterious Mr. Ammann

## Related Articles

- Study for the Bifurcation Topological Structure and the Global Complicated Character of a Kind of Nonlinear Finance System (II). Ma, Jun-hai; Chen, Yu-shu // Applied Mathematics & Mechanics;Dec2001, Vol. 22 Issue 12, p1375
Based on the work discussed on the former study, this article first starts from the mathematical model of a kind of complicated financial system, and analyses all possible things that the model shows in the operation of our country's macro-financial system: balance, stable periodic, fractal,...

- Data Hiding Technique with Fractal Image Generation Method using Chaos Theory and Watermarking. Thamizhchelvy, K.; Geetha, G. // Indian Journal of Science & Technology;Sep2014, Vol. 7 Issue 9, p1271
We propose a fractal image generation method for data hiding using chaos theory. Chaos is an unpredictable behavior which arises on the dynamical system in turns explains the non-linearity and randomness. The initial condition acts as a key which is generated by the PRNG. The fractal image...

- Circuit Synthesis from Fibonacci Decision Diagrams. Stanković, Radomir S.; Astola, Jaakko; Stanković, Milena; Egiazarian, Karen // VLSI Design;Feb2002, Vol. 14 Issue 1, p23
In decision diagrams (DDs) methods for circuit synthesis, it is possible to directly transfer a DD for a given function f into a network realizing f by the replacement of non-terminal nodes in the DD with the corresponding circuit modules. The chief bottleneck of mapping a DD into a network is...

- Some Properties of Generalized Fibonacci Sequence. Chin-Yoon Chong; Ho, C. K. // AIP Conference Proceedings;2015, Vol. 1691, p1
For all non-negative integer n and real constants a, b, p and q, the generalized Fibonacci sequence { Un } is defined by Un+2 = pUn+1 + qUn with the initial values U0 = a and U1 = b. Throughout the paper, we study some properties of the generalized Fibonacci sequence. Our results will motivate...

- Some Newly Defined Sequence Spaces Using Regular Matrix of Fibonacci Numbers. DEBNATH, Shyamal; SAHA, Subrata // Afyon Kocatepe University Journal of Science & Engineering;2014, Vol. 14 Issue 1, p1
The main purpose of this paper is to introduce the new sequence spaces c0(F), c(F) and lâˆž (F) based on the newly defined regular matrix F of Fibonacci numbers. We study some basic topological and algebraic properties of these spaces. Also we investigate the relations related to these spaces.

- Braided oscillators. Yildiz, A. // Journal of Mathematical Physics;Mar2002, Vol. 43 Issue 3, p1668
A generalized oscillator algebra is proposed and the braided Hopf algebra structure for this generalized oscillator is investigated. Using the solutions for the braided Hopf algebra structure, two types of braided Fibonacci oscillators are introduced. This leads to two types of braided...

- Projecting wave V in the Dow. Prechter Jr., Robert R. // Futures: News, Analysis & Strategies for Futures, Options & Deri;Mar1999, Vol. 28 Issue 3, p38
Focuses on the price projections for wave V in the Dow considering the presence of Fibonacci relationships. Discussion on the complications of this exercise with respect to wave V.

- On Distance (r,k)-Fibonacci Numbers and Their Combinatorial and Graph Interpretations. Bród, Dorota // Journal of Applied Mathematics;9/14/2015, Vol. 2015, p1
We introduce three new two-parameter generalizations of Fibonacci numbers. These generalizations are closely related to k-distance Fibonacci numbers introduced recently. We give combinatorial and graph interpretations of distance (r,k)-Fibonacci numbers. We also study some properties of these...

- Period-doubling reversals and chaos in simple ecological models. Stone, Lewi // Nature;10/14/1993, Vol. 365 Issue 6447, p617
Reviews concepts pertaining to chaos in population models. Conditions under which it occurs; Period-doubling route to chaos; First-order equations; Reversals in a model of immigration; Two-dimensional maps. INSETS: The reversal of a period-doubling cascade.;Cardiac chaos..